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  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/NielsRogge/Transformers-Tutorials/blob/master/SAM/Fine_tune_SAM_(segment_anything)_on_a_custom_dataset.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Notebook: fine-tune SAM (segment anything) on a custom dataset\n",
        "\n",
        "In this notebook, we'll reproduce the [MedSAM](https://github.com/bowang-lab/MedSAM) project, which fine-tunes [SAM](https://huggingface.co/docs/transformers/main/en/model_doc/sam) on a dataset of medical images. For demo purposes, we'll use a toy dataset, but this can easily be scaled up.\n",
        "\n",
        "Resources used to create this notebook (thanks 🙏):\n",
        "* [Encode blog post](https://encord.com/blog/learn-how-to-fine-tune-the-segment-anything-model-sam/)\n",
        "* [MedSAM repository](https://github.com/bowang-lab/MedSAM).\n",
        "\n",
        "## Set-up environment\n",
        "\n",
        "We first install 🤗 Transformers and 🤗 Datasets."
      ],
      "metadata": {
        "id": "nAZ7M__ncb8Y"
      }
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "cwsv4JwZcV8c",
        "outputId": "182dc9c8-fd22-498f-d815-38fa50e6dd20"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "  Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n",
            "  Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n",
            "  Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m7.8/7.8 MB\u001b[0m \u001b[31m38.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m224.5/224.5 kB\u001b[0m \u001b[31m25.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25h  Building wheel for transformers (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n"
          ]
        }
      ],
      "source": [
        "!pip install -q git+https://github.com/huggingface/transformers.git"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install -q datasets"
      ],
      "metadata": {
        "id": "-Vdl2xr6cgs8",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "0eafff22-0f07-42ca-b353-167fc4a29313"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m474.6/474.6 kB\u001b[0m \u001b[31m31.6 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m134.3/134.3 kB\u001b[0m \u001b[31m19.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m212.5/212.5 kB\u001b[0m \u001b[31m10.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.0/1.0 MB\u001b[0m \u001b[31m68.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m110.5/110.5 kB\u001b[0m \u001b[31m15.9 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m268.8/268.8 kB\u001b[0m \u001b[31m34.5 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m149.6/149.6 kB\u001b[0m \u001b[31m21.7 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m114.5/114.5 kB\u001b[0m \u001b[31m18.1 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n",
            "\u001b[?25h"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "We also install the [Monai](https://github.com/Project-MONAI/MONAI) repository as we'll use a custom loss function from it."
      ],
      "metadata": {
        "id": "RhFPJgpIbVat"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install -q monai"
      ],
      "metadata": {
        "id": "XiRBGNGlV4Ph"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Load dataset\n",
        "\n",
        "Here we load a small dataset of 130 (image, ground truth mask) pairs.\n",
        "\n",
        "To load your own images and masks, refer to the bottom of my [SAM inference notebook](https://github.com/NielsRogge/Transformers-Tutorials/blob/master/SAM/Run_inference_with_MedSAM_using_HuggingFace_Transformers.ipynb).\n",
        "\n",
        "See also [this guide](https://huggingface.co/docs/datasets/image_dataset). "
      ],
      "metadata": {
        "id": "ROd15m4Ucdut"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from datasets import load_dataset\n",
        "\n",
        "dataset = load_dataset(\"nielsr/breast-cancer\", split=\"train\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 201,
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        "id": "kRf-WnHqcbcq",
        "outputId": "d93813e1-82b5-4c59-e710-37a560fbe9a7"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Downloading readme:   0%|          | 0.00/387 [00:00<?, ?B/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "7f936d7ed4764f2a8babd0195faf51bd"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Downloading and preparing dataset None/None to /root/.cache/huggingface/datasets/nielsr___parquet/nielsr--breast-cancer-c16ee7932c43ffa3/0.0.0/2a3b91fbd88a2c90d1dbbb32b460cf621d31bd5b05b934492fdef7d8d6f236ec...\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Downloading data files:   0%|          | 0/1 [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "95c0eca73bca4cf092ab15c6b0b7bc99"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Downloading data:   0%|          | 0.00/10.0M [00:00<?, ?B/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "2292556476374e14aa5c5a292bf3f145"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Extracting data files:   0%|          | 0/1 [00:00<?, ?it/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "9328f2830e8149548f919daa6ed7b14b"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Generating train split:   0%|          | 0/130 [00:00<?, ? examples/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "f62a4313660b4cc58b3c7f5fdb426e6e"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Dataset parquet downloaded and prepared to /root/.cache/huggingface/datasets/nielsr___parquet/nielsr--breast-cancer-c16ee7932c43ffa3/0.0.0/2a3b91fbd88a2c90d1dbbb32b460cf621d31bd5b05b934492fdef7d8d6f236ec. Subsequent calls will reuse this data.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "dataset"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "kJ58CT8wdsPd",
        "outputId": "66092590-b513-4964-b7e3-7294b9227576"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Dataset({\n",
              "    features: ['image', 'label'],\n",
              "    num_rows: 130\n",
              "})"
            ]
          },
          "metadata": {},
          "execution_count": 4
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "We can visualize an example:"
      ],
      "metadata": {
        "id": "gtP_Xwol1MlA"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "example = dataset[0]\n",
        "image = example[\"image\"]\n",
        "image"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 273
        },
        "id": "uTchd20g1Nri",
        "outputId": "78b0e542-aaa1-4b55-dfb8-9edc990da184"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<PIL.PngImagePlugin.PngImageFile image mode=RGB size=256x256 at 0x7FF01F9A94E0>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 5
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import numpy as np \n",
        "\n",
        "def show_mask(mask, ax, random_color=False):\n",
        "    if random_color:\n",
        "        color = np.concatenate([np.random.random(3), np.array([0.6])], axis=0)\n",
        "    else:\n",
        "        color = np.array([30/255, 144/255, 255/255, 0.6])\n",
        "    h, w = mask.shape[-2:]\n",
        "    mask_image = mask.reshape(h, w, 1) * color.reshape(1, 1, -1)\n",
        "    ax.imshow(mask_image)\n",
        "\n",
        "fig, axes = plt.subplots()\n",
        "\n",
        "axes.imshow(np.array(image))\n",
        "ground_truth_seg = np.array(example[\"label\"])\n",
        "show_mask(ground_truth_seg, axes)\n",
        "axes.title.set_text(f\"Ground truth mask\")\n",
        "axes.axis(\"off\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 446
        },
        "id": "DwWcPvK11nAP",
        "outputId": "e161ee71-22ff-4e13-81f2-8bf7f03a8fe8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(-0.5, 255.5, 255.5, -0.5)"
            ]
          },
          "metadata": {},
          "execution_count": 6
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Create PyTorch dataset\n",
        "\n",
        "Below we define a regular PyTorch dataset, which gives us examples of the data prepared in the format for the model. Each example consists of:\n",
        "\n",
        "* pixel values (which is the image prepared for the model)\n",
        "* a prompt in the form of a bounding box\n",
        "* a ground truth segmentation mask.\n",
        "\n",
        "The function below defines how to get a bounding box prompt based on the ground truth segmentation. This was taken from [here](https://github.com/bowang-lab/MedSAM/blob/66cf4799a9ab9a8e08428a5087e73fc21b2b61cd/train.py#L29).\n",
        "\n",
        "Note that SAM is always trained using certain \"prompts\", which you could be bounding boxes, points, text, or rudimentary masks. The model is then trained to output the appropriate mask given the image + prompt."
      ],
      "metadata": {
        "id": "J2cOa80Qc3FQ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def get_bounding_box(ground_truth_map):\n",
        "  # get bounding box from mask\n",
        "  y_indices, x_indices = np.where(ground_truth_map > 0)\n",
        "  x_min, x_max = np.min(x_indices), np.max(x_indices)\n",
        "  y_min, y_max = np.min(y_indices), np.max(y_indices)\n",
        "  # add perturbation to bounding box coordinates\n",
        "  H, W = ground_truth_map.shape\n",
        "  x_min = max(0, x_min - np.random.randint(0, 20))\n",
        "  x_max = min(W, x_max + np.random.randint(0, 20))\n",
        "  y_min = max(0, y_min - np.random.randint(0, 20))\n",
        "  y_max = min(H, y_max + np.random.randint(0, 20))\n",
        "  bbox = [x_min, y_min, x_max, y_max]\n",
        "\n",
        "  return bbox"
      ],
      "metadata": {
        "id": "5LWBu8d1egig"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from torch.utils.data import Dataset\n",
        "\n",
        "class SAMDataset(Dataset):\n",
        "  def __init__(self, dataset, processor):\n",
        "    self.dataset = dataset\n",
        "    self.processor = processor\n",
        "\n",
        "  def __len__(self):\n",
        "    return len(self.dataset)\n",
        "\n",
        "  def __getitem__(self, idx):\n",
        "    item = self.dataset[idx]\n",
        "    image = item[\"image\"]\n",
        "    ground_truth_mask = np.array(item[\"label\"])\n",
        "\n",
        "    # get bounding box prompt\n",
        "    prompt = get_bounding_box(ground_truth_mask)\n",
        "\n",
        "    # prepare image and prompt for the model\n",
        "    inputs = self.processor(image, input_boxes=[[prompt]], return_tensors=\"pt\")\n",
        "\n",
        "    # remove batch dimension which the processor adds by default\n",
        "    inputs = {k:v.squeeze(0) for k,v in inputs.items()}\n",
        "\n",
        "    # add ground truth segmentation\n",
        "    inputs[\"ground_truth_mask\"] = ground_truth_mask\n",
        "\n",
        "    return inputs"
      ],
      "metadata": {
        "id": "zyC58ImHc2vO"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from transformers import SamProcessor\n",
        "\n",
        "processor = SamProcessor.from_pretrained(\"facebook/sam-vit-base\")"
      ],
      "metadata": {
        "id": "wE4iTOZdeLjq",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "2515dca9bfd14ec6b82b6de3b930b900",
            "87daefa6b419413c99fabf639491247d",
            "562711c51f6c4c53b00b890bb21cf594",
            "85282887a005420392a876be90742815",
            "bc2f5677dd8841b5b436a583a5ed208c",
            "2610aa17241242ebb1bbe6def5b3c701",
            "574813d9dd2e4b01a963057d68eb00d9",
            "aab25734e9ae4d02b89fdaed6b3b9502",
            "e9dcac6bec78472988587e42d6faa78e",
            "9531306b2e20480eb6f4402d178bef85",
            "d72bc84841fe4ce283d02ca4e765ccb6"
          ]
        },
        "outputId": "73085f94-d82f-4efa-fbc5-6d8aabd4cc3e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Downloading (…)rocessor_config.json:   0%|          | 0.00/466 [00:00<?, ?B/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "2515dca9bfd14ec6b82b6de3b930b900"
            }
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "train_dataset = SAMDataset(dataset=dataset, processor=processor)"
      ],
      "metadata": {
        "id": "XTynfgToe8jj"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "example = train_dataset[0]\n",
        "for k,v in example.items():\n",
        "  print(k,v.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "dYZKU4iBfB-E",
        "outputId": "d8c5cd1a-a5b7-44f3-83d0-b675126fad6b"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pixel_values torch.Size([3, 1024, 1024])\n",
            "original_sizes torch.Size([2])\n",
            "reshaped_input_sizes torch.Size([2])\n",
            "input_boxes torch.Size([1, 4])\n",
            "ground_truth_mask (256, 256)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Create PyTorch DataLoader\n",
        "\n",
        "Next we define a PyTorch Dataloader, which allows us to get batches from the dataset.\n",
        "\n"
      ],
      "metadata": {
        "id": "xyD4kOCFf76Q"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from torch.utils.data import DataLoader\n",
        "\n",
        "train_dataloader = DataLoader(train_dataset, batch_size=2, shuffle=True)"
      ],
      "metadata": {
        "id": "9CUnLOjSf9Kn"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "batch = next(iter(train_dataloader))\n",
        "for k,v in batch.items():\n",
        "  print(k,v.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5D2bmjAhgIus",
        "outputId": "a5895302-4dfd-472b-daa6-31eecba68bc9"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pixel_values torch.Size([2, 3, 1024, 1024])\n",
            "original_sizes torch.Size([2, 2])\n",
            "reshaped_input_sizes torch.Size([2, 2])\n",
            "input_boxes torch.Size([2, 1, 4])\n",
            "ground_truth_mask torch.Size([2, 256, 256])\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "batch[\"ground_truth_mask\"].shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "eJyuJc7fOldT",
        "outputId": "2ceaab35-9bb2-498d-e19c-97282eb80759"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "torch.Size([2, 256, 256])"
            ]
          },
          "metadata": {},
          "execution_count": 16
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Load the model"
      ],
      "metadata": {
        "id": "AQx2Aq7LeAMU"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from transformers import SamModel \n",
        "\n",
        "model = SamModel.from_pretrained(\"facebook/sam-vit-base\")\n",
        "\n",
        "# make sure we only compute gradients for mask decoder\n",
        "for name, param in model.named_parameters():\n",
        "  if name.startswith(\"vision_encoder\") or name.startswith(\"prompt_encoder\"):\n",
        "    param.requires_grad_(False)"
      ],
      "metadata": {
        "id": "ZI2ioeS5eAxm",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 81,
          "referenced_widgets": [
            "f9f56c1792884976927e4f1ebee8484a",
            "e42c45e79fad4568ae8215daa048307a",
            "7d7ca01ed55e47a987dcb259acb0cdbe",
            "a523b7d48b624369b13b29a580356604",
            "69bb086b7b3d41b88f771efbe59651cc",
            "37a9195aa8094aa4834e19ffa74869e7",
            "5f16db36d3dc45ce9c128f510078b80f",
            "611753b604804a9fab09974265be956a",
            "bda115bb2bd14e75a527dce8e52ce33c",
            "4bffc2aff3034d2ca1c28fd854b28613",
            "90ddd1d38e21424dba82d11ef64eff00",
            "4e445c21c3e44dafae4e3694883718ab",
            "5e26a8bfc11e454db2462bbf594539ea",
            "c3f5b27fca3a42f3b9c3b85655779a7e",
            "5036ede1b6614c7e8173838868a4d62e",
            "225a34826b214e7c8aa63ebbeccce4ba",
            "a4e97f71760a47179827ca5c6d1a8ec7",
            "016c3011e2f747f8b784935a2465c1ac",
            "f031c87e5f72438986046940d1945bd7",
            "5e40e43aed3f411b9707e7097e0127eb",
            "f9b743c2c57e445493dcfc874d545ada",
            "79db940c255444fab53198a56b22fc73"
          ]
        },
        "outputId": "50d68082-7961-4164-e378-e331f9b62e43"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Downloading (…)lve/main/config.json:   0%|          | 0.00/6.52k [00:00<?, ?B/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "f9f56c1792884976927e4f1ebee8484a"
            }
          },
          "metadata": {}
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "Downloading pytorch_model.bin:   0%|          | 0.00/375M [00:00<?, ?B/s]"
            ],
            "application/vnd.jupyter.widget-view+json": {
              "version_major": 2,
              "version_minor": 0,
              "model_id": "4e445c21c3e44dafae4e3694883718ab"
            }
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Train the model"
      ],
      "metadata": {
        "id": "CShhxC-heDpw"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from torch.optim import Adam\n",
        "import monai\n",
        "\n",
        "# Note: Hyperparameter tuning could improve performance here\n",
        "optimizer = Adam(model.mask_decoder.parameters(), lr=1e-5, weight_decay=0)\n",
        "\n",
        "seg_loss = monai.losses.DiceCELoss(sigmoid=True, squared_pred=True, reduction='mean')"
      ],
      "metadata": {
        "id": "vOTrMv1LeEK9"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from tqdm import tqdm\n",
        "from statistics import mean\n",
        "import torch\n",
        "from torch.nn.functional import threshold, normalize\n",
        "\n",
        "num_epochs = 100\n",
        "\n",
        "device = \"cuda\" if torch.cuda.is_available() else \"cpu\"\n",
        "model.to(device)\n",
        "\n",
        "model.train()\n",
        "for epoch in range(num_epochs):\n",
        "    epoch_losses = []\n",
        "    for batch in tqdm(train_dataloader):\n",
        "      # forward pass\n",
        "      outputs = model(pixel_values=batch[\"pixel_values\"].to(device),\n",
        "                      input_boxes=batch[\"input_boxes\"].to(device),\n",
        "                      multimask_output=False)\n",
        "\n",
        "      # compute loss\n",
        "      predicted_masks = outputs.pred_masks.squeeze(1)\n",
        "      ground_truth_masks = batch[\"ground_truth_mask\"].float().to(device)\n",
        "      loss = seg_loss(predicted_masks, ground_truth_masks.unsqueeze(1))\n",
        "\n",
        "      # backward pass (compute gradients of parameters w.r.t. loss)\n",
        "      optimizer.zero_grad()\n",
        "      loss.backward()\n",
        "\n",
        "      # optimize\n",
        "      optimizer.step()\n",
        "      epoch_losses.append(loss.item())\n",
        "\n",
        "    print(f'EPOCH: {epoch}')\n",
        "    print(f'Mean loss: {mean(epoch_losses)}')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "XC35CzLxfdQU",
        "outputId": "7e8f7eee-53b8-4b44-b20d-91a044a18ea1"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [01:03<00:00,  1.03it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 0\n",
            "Mean loss: 0.13678415692769563\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:58<00:00,  1.12it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 1\n",
            "Mean loss: 0.10491640567779541\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.10it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 2\n",
            "Mean loss: 0.10153235426315894\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 3\n",
            "Mean loss: 0.09249974535061763\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 4\n",
            "Mean loss: 0.08765963407663199\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 5\n",
            "Mean loss: 0.08515909956051754\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 6\n",
            "Mean loss: 0.08379366306158212\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 7\n",
            "Mean loss: 0.08162474127916189\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 8\n",
            "Mean loss: 0.07934933213087228\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 9\n",
            "Mean loss: 0.07713295083779555\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 10\n",
            "Mean loss: 0.07703663248282212\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 11\n",
            "Mean loss: 0.07255896971775935\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 12\n",
            "Mean loss: 0.07227036356925964\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 13\n",
            "Mean loss: 0.07144680114892812\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 14\n",
            "Mean loss: 0.06917950006631704\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 15\n",
            "Mean loss: 0.06989127489236685\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 16\n",
            "Mean loss: 0.07003341042078458\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.08it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 17\n",
            "Mean loss: 0.07115841324512776\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 18\n",
            "Mean loss: 0.06655407685499926\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 65/65 [00:59<00:00,  1.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "EPOCH: 19\n",
            "Mean loss: 0.06605157806323125\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            " 69%|██████▉   | 45/65 [00:41<00:18,  1.07it/s]\n"
          ]
        },
        {
          "output_type": "error",
          "ename": "KeyboardInterrupt",
          "evalue": "ignored",
          "traceback": [
            "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
            "\u001b[0;32m<ipython-input-24-eccd98cae722>\u001b[0m in \u001b[0;36m<cell line: 12>\u001b[0;34m()\u001b[0m\n\u001b[1;32m     14\u001b[0m     \u001b[0;32mfor\u001b[0m \u001b[0mbatch\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mtqdm\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtrain_dataloader\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     15\u001b[0m       \u001b[0;31m# forward pass\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 16\u001b[0;31m       outputs = model(pixel_values=batch[\"pixel_values\"].to(device),\n\u001b[0m\u001b[1;32m     17\u001b[0m                       \u001b[0minput_boxes\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mbatch\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"input_boxes\"\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mto\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdevice\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     18\u001b[0m                       multimask_output=False)\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1499\u001b[0m                 \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_pre_hooks\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_hooks\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1500\u001b[0m                 or _global_forward_hooks or _global_forward_pre_hooks):\n\u001b[0;32m-> 1501\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mforward_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1502\u001b[0m         \u001b[0;31m# Do not call functions when jit is used\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1503\u001b[0m         \u001b[0mfull_backward_hooks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnon_full_backward_hooks\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/transformers/models/sam/modeling_sam.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, pixel_values, input_points, input_labels, input_boxes, input_masks, image_embeddings, multimask_output, output_attentions, output_hidden_states, return_dict, **kwargs)\u001b[0m\n\u001b[1;32m   1339\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1340\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mpixel_values\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1341\u001b[0;31m             vision_outputs = self.vision_encoder(\n\u001b[0m\u001b[1;32m   1342\u001b[0m                 \u001b[0mpixel_values\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1343\u001b[0m                 \u001b[0moutput_attentions\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0moutput_attentions\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1499\u001b[0m                 \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_pre_hooks\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_hooks\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1500\u001b[0m                 or _global_forward_hooks or _global_forward_pre_hooks):\n\u001b[0;32m-> 1501\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mforward_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1502\u001b[0m         \u001b[0;31m# Do not call functions when jit is used\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1503\u001b[0m         \u001b[0mfull_backward_hooks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnon_full_backward_hooks\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/transformers/models/sam/modeling_sam.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, pixel_values, output_attentions, output_hidden_states, return_dict)\u001b[0m\n\u001b[1;32m   1035\u001b[0m                 )\n\u001b[1;32m   1036\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1037\u001b[0;31m                 \u001b[0mlayer_outputs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlayer_module\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mhidden_states\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0moutput_attentions\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0moutput_attentions\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1038\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1039\u001b[0m             \u001b[0mhidden_states\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlayer_outputs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1499\u001b[0m                 \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_pre_hooks\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_hooks\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1500\u001b[0m                 or _global_forward_hooks or _global_forward_pre_hooks):\n\u001b[0;32m-> 1501\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mforward_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1502\u001b[0m         \u001b[0;31m# Do not call functions when jit is used\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1503\u001b[0m         \u001b[0mfull_backward_hooks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnon_full_backward_hooks\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/transformers/models/sam/modeling_sam.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, hidden_states, output_attentions)\u001b[0m\n\u001b[1;32m    921\u001b[0m             \u001b[0mhidden_states\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpadding_shape\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwindow_partition\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mhidden_states\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwindow_size\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    922\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 923\u001b[0;31m         hidden_states, attn_weights = self.attn(\n\u001b[0m\u001b[1;32m    924\u001b[0m             \u001b[0mhidden_states\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mhidden_states\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    925\u001b[0m             \u001b[0moutput_attentions\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0moutput_attentions\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1499\u001b[0m                 \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_pre_hooks\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0m_global_backward_hooks\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1500\u001b[0m                 or _global_forward_hooks or _global_forward_pre_hooks):\n\u001b[0;32m-> 1501\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mforward_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1502\u001b[0m         \u001b[0;31m# Do not call functions when jit is used\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1503\u001b[0m         \u001b[0mfull_backward_hooks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnon_full_backward_hooks\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/transformers/models/sam/modeling_sam.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, hidden_states, output_attentions)\u001b[0m\n\u001b[1;32m    824\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    825\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0muse_rel_pos\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 826\u001b[0;31m             attn_weights = self.add_decomposed_rel_pos(\n\u001b[0m\u001b[1;32m    827\u001b[0m                 \u001b[0mattn_weights\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mquery\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrel_pos_h\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrel_pos_w\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mheight\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mwidth\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mheight\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mwidth\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    828\u001b[0m             )\n",
            "\u001b[0;32m/usr/local/lib/python3.10/dist-packages/transformers/models/sam/modeling_sam.py\u001b[0m in \u001b[0;36madd_decomposed_rel_pos\u001b[0;34m(self, attn, query, rel_pos_h, rel_pos_w, q_size, k_size)\u001b[0m\n\u001b[1;32m    798\u001b[0m         \u001b[0mquery_height\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mquery_width\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mq_size\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    799\u001b[0m         \u001b[0mkey_height\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkey_width\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mk_size\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 800\u001b[0;31m         \u001b[0mrelative_position_height\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_rel_pos\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mquery_height\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkey_height\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mrel_pos_h\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    801\u001b[0m         \u001b[0mrelative_position_width\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_rel_pos\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mquery_width\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkey_width\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mrel_pos_w\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    802\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
            "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Inference\n",
        "\n",
        "Important note here: as we used the Dice loss with `sigmoid=True`, we need to make sure to appropriately apply a sigmoid activation function to the predicted masks. Hence we won't use the processor's `post_process_masks` method here."
      ],
      "metadata": {
        "id": "IYKvlFthRsyG"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "from PIL import Image\n",
        "\n",
        "# let's take a random training example\n",
        "idx = 10\n",
        "\n",
        "# load image\n",
        "image = dataset[idx][\"image\"]\n",
        "image"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 273
        },
        "id": "nyES0ru3aiVf",
        "outputId": "abaef0bc-bc8f-481a-f0aa-fc05e84e982f"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<PIL.PngImagePlugin.PngImageFile image mode=RGB size=256x256 at 0x7FEE3D184640>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 25
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# get box prompt based on ground truth segmentation map\n",
        "ground_truth_mask = np.array(dataset[idx][\"label\"])\n",
        "prompt = get_bounding_box(ground_truth_mask)\n",
        "\n",
        "# prepare image + box prompt for the model\n",
        "inputs = processor(image, input_boxes=[[prompt]], return_tensors=\"pt\").to(device)\n",
        "for k,v in inputs.items():\n",
        "  print(k,v.shape)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "OzxIzE6janRx",
        "outputId": "ae601721-0a7f-4e4c-8fbd-02598839001c"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "pixel_values torch.Size([1, 3, 1024, 1024])\n",
            "original_sizes torch.Size([1, 2])\n",
            "reshaped_input_sizes torch.Size([1, 2])\n",
            "input_boxes torch.Size([1, 1, 4])\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model.eval()\n",
        "\n",
        "# forward pass\n",
        "with torch.no_grad():\n",
        "  outputs = model(**inputs, multimask_output=False)"
      ],
      "metadata": {
        "id": "OvOVzNvea5oU"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# apply sigmoid\n",
        "medsam_seg_prob = torch.sigmoid(outputs.pred_masks.squeeze(1))\n",
        "# convert soft mask to hard mask\n",
        "medsam_seg_prob = medsam_seg_prob.cpu().numpy().squeeze()\n",
        "medsam_seg = (medsam_seg_prob > 0.5).astype(np.uint8)"
      ],
      "metadata": {
        "id": "uvgwHg42bACQ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "def show_mask(mask, ax, random_color=False):\n",
        "    if random_color:\n",
        "        color = np.concatenate([np.random.random(3), np.array([0.6])], axis=0)\n",
        "    else:\n",
        "        color = np.array([30/255, 144/255, 255/255, 0.6])\n",
        "    h, w = mask.shape[-2:]\n",
        "    mask_image = mask.reshape(h, w, 1) * color.reshape(1, 1, -1)\n",
        "    ax.imshow(mask_image)\n",
        "\n",
        "fig, axes = plt.subplots()\n",
        "\n",
        "axes.imshow(np.array(image))\n",
        "show_mask(medsam_seg, axes)\n",
        "axes.title.set_text(f\"Predicted mask\")\n",
        "axes.axis(\"off\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 446
        },
        "id": "DCehzlJJbDGz",
        "outputId": "5e5bb576-96aa-4628-9453-f81c1d40c3d8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(-0.5, 255.5, 255.5, -0.5)"
            ]
          },
          "metadata": {},
          "execution_count": 32
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Compare this to the ground truth segmentation:"
      ],
      "metadata": {
        "id": "WFbiFDAabLNg"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "fig, axes = plt.subplots()\n",
        "\n",
        "axes.imshow(np.array(image))\n",
        "show_mask(ground_truth_mask, axes)\n",
        "axes.title.set_text(f\"Ground truth mask\")\n",
        "axes.axis(\"off\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 446
        },
        "id": "PEISRU0WbEvg",
        "outputId": "f187f424-cbd8-4533-8d56-9c6aa5e99198"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(-0.5, 255.5, 255.5, -0.5)"
            ]
          },
          "metadata": {},
          "execution_count": 34
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Legacy\n",
        "\n",
        "The code below was used during the creation of this notebook, but was eventually not used anymore."
      ],
      "metadata": {
        "id": "bkKnp-mtRyZl"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import torch.nn.functional as F\n",
        "from typing import Tuple\n",
        "from torch.nn import MSELoss\n",
        "\n",
        "loss_fn = MSELoss()\n",
        "\n",
        "def postprocess_masks(masks: torch.Tensor, input_size: Tuple[int, ...], original_size: Tuple[int, ...], image_size=1024) -> torch.Tensor:\n",
        "    \"\"\"\n",
        "    Remove padding and upscale masks to the original image size.\n",
        "\n",
        "    Args:\n",
        "      masks (torch.Tensor):\n",
        "        Batched masks from the mask_decoder, in BxCxHxW format.\n",
        "      input_size (tuple(int, int)):\n",
        "        The size of the image input to the model, in (H, W) format. Used to remove padding.\n",
        "      original_size (tuple(int, int)):\n",
        "        The original size of the image before resizing for input to the model, in (H, W) format.\n",
        "\n",
        "    Returns:\n",
        "      (torch.Tensor): Batched masks in BxCxHxW format, where (H, W)\n",
        "        is given by original_size.\n",
        "    \"\"\"\n",
        "    masks = F.interpolate(\n",
        "        masks,\n",
        "        (image_size, image_size),\n",
        "        mode=\"bilinear\",\n",
        "        align_corners=False,\n",
        "    )\n",
        "    masks = masks[..., : input_size[0], : input_size[1]]\n",
        "    masks = F.interpolate(masks, original_size, mode=\"bilinear\", align_corners=False)\n",
        "    return masks"
      ],
      "metadata": {
        "id": "eA6SSA_GR4dU"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# upscaled_masks = postprocess_masks(low_res_masks.squeeze(1), batch[\"reshaped_input_sizes\"][0].tolist(), batch[\"original_sizes\"][0].tolist()).to(device)\n",
        "# predicted_masks = normalize(threshold(upscaled_masks, 0.0, 0)).squeeze(1)\n",
        "# loss = loss_fn(predicted_masks, ground_truth_masks) "
      ],
      "metadata": {
        "id": "EuYtdSNFRy64"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "2FEs58oPbNTv"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}